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Integral transforms, connected with complex powers of second order hypoelliptic operators with constant coefficients

机译:积分变换,与具有恒定系数的二阶次椭圆算子的幂次相关

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摘要

Some integral transforms, connected with complex powers of second order hypoelliptic operators with constant coefficients, are investigated within the framework of spaces L_p(R~n). We construct the inversion of these transforms and describe their ranges in terms of approximative inverse operators.
机译:在空间L_p(R〜n)的框架内研究了一些积分变换,这些变换与具有恒定系数的二阶次椭圆算子的复数幂相关。我们构造这些转换的反演,并根据近似逆算子描述其范围。

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